Build up your understanding of rational numbers as you compare and order fractions, decimals, and mixed numbers on this worksheet!

Strengthen your division skills with two-digit divisors! Strive for long division fluency by practicing the problems on this worksheet.

Practice evaluating algebraic expressions with this worksheet! Plug in the value of each variable, and simplify using the order of operations.

Learners get more practice dividing multi-digit numbers with decimals in the second installment of this playful sixth-grade math worksheet.

Use this number theory worksheet to practice finding the greatest common factor of two numbers by finding the prime factorization! 

Use this sixth-grade geometry worksheet to give students plenty of practice finding the volume of rectangular prisms using the volume formula.

Give students practice finding and comparing the absolute value of positive and negative rational numbers with this helpful one-page math worksheet.

This no-frills worksheet serves up three- and four-digit division practice to help your learner brush up on their division skills.

Learn to write algebraic expressions with this worksheet! Review key math phrases, then practice translating verbal expressions into algebraic expressions.

In this sixth-grade data and graphing worksheet, students will complete histograms from given data sets and frequency tables. 

How do fractions, decimals, and percents relate to one another? Students explore this relationship with this sixth-grade math worksheet.

Learners get extra practice performing addition, subtraction, multiplication, and division with positive decimals in the third installment of this one-page worksheet!

Give students an introduction to the mean, median, and mode of various data sets with this sixth- and seventh-grade math worksheet.

Students practice finding the surface area of a variety of square and triangular pyramids in this sixth- and seventh-grade geometry worksheet.

Solve the multiplication and division problems in this math worksheet then match the answers with the letters they are paired with to solve the spooky riddle.

Apply your ratio reasoning to tackle these ratio word problems! Practice solving ratio problems in real-world contexts using this worksheet.

Give your students practice drawing polygons on the coordinate plane using given coordinates for the vertices with this sixth-grade geometry worksheet!

Encourage your students to play math detectives by finding the missing base value in a series of obtuse triangles with this helpful geometry worksheet!

Does your child need a little more practice finding the area of a triangle? This worksheet will give them all the practice they need!

Master evaluating expressions using variables with this worksheet! Plug in three different values of the variable. Then simplify using the order of operations.

Use this sixth-grade geometry worksheet to help students cement their understanding of how to find the volume of a rectangular prism with fractional side lengths.

What is a percent? How do you write a percent? How are percents related to fractions and decimals? Answer these questions and more with this worksheet!

Give students a chance to practice using the order of operations to evaluate numerical expressions with exponents in this sixth-grade math worksheet.

This fifth- and sixth-grade math worksheet is a great way to give learners practice using the acronym PEMDAS to follow the correct order of operations.

Become a GCF master with this math worksheet! Practice finding the greatest common factor of 2 or 3 numbers ranging all the way up to 100.

Covering a variety of interesting real-life contexts, this two-page math worksheet gives learners practice turning data sets into dot plots that are representative of each scenario.

It’s a fraction-division frenzy! This math worksheet uses simple visual models to help sixth-grade students understand the process of dividing a fraction by a fraction.

Find opposite numbers on a number line in these engaging problems!

Give students a chance to apply their geometry learning to real-world scenarios with these surface area word problems!

Are your inequality skills more than enough to navigate this tricky maze?